<?xml version="1.0" encoding="UTF-8" standalone="no"?><metadata xml:lang="en">
    <Esri>
        <ArcGISFormat>1.0</ArcGISFormat>
        <ArcGISProfile>DCPLUS</ArcGISProfile>
        <CreaDate>20260405</CreaDate>
        <CreaTime>12555000</CreaTime>
        <ModDate>20260405</ModDate>
        <ModTime>12555000</ModTime>
        <DataProperties>
            <itemProps>
                <portalDetails>
                    <thumbnailURL>https://www.arcgis.com/sharing/rest/content/items/9dd861da801d4c06b0df75643ebc3e4e/info/thumbnail/Trees_CU_2016_SS_Merge.png</thumbnailURL>
                    <itemDetailsURL>https://www.arcgis.com/home/item.html?id=9dd861da801d4c06b0df75643ebc3e4e</itemDetailsURL>
                    <itemIdentifier>9dd861da801d4c06b0df75643ebc3e4e</itemIdentifier>
                    <itemType>Feature Service</itemType>
                    <resourceURL>https://services7.arcgis.com/2L9nlPlkmAzDWOHn/arcgis/rest/services/Campus_Trees/FeatureServer</resourceURL>
                </portalDetails>
            </itemProps>
        </DataProperties>
    </Esri>
    <dataIdInfo>
        <idCitation>
            <resTitle>Campus_Trees</resTitle>
        </idCitation>
        <searchKeys/>
        <dataExt>
            <geoEle>
                <GeoBndBox>
                    <westBL Sync="FALSE">-82.8695056543912</westBL>
                    <eastBL Sync="FALSE">-82.81270274963784</eastBL>
                    <northBL Sync="FALSE">34.69169864700856</northBL>
                    <southBL Sync="FALSE">34.65827074301126</southBL>
                    <exTypeCode Sync="TRUE">1</exTypeCode>
                </GeoBndBox>
            </geoEle>
        </dataExt>
    <idPurp>Complete campus tree layer for LRFP campus models.</idPurp><idAbs>&lt;p&gt;This layer is dervied from: https://services1.arcgis.com/x5wCko8UnSi4h0CB/arcgis/rest/services/Trees_CU_2016/FeatureServer.&lt;/p&gt;&lt;p&gt;Use &lt;strong&gt;RENDERCLASS&lt;/strong&gt; field to render trees. &lt;strong&gt;RENDERCLASS &lt;/strong&gt;is a high level grouping used to represent general tree form. Size and form is driven by &lt;strong&gt;RENDERCLASS&amp;nbsp;&lt;/strong&gt;; size and form can be edited in a given scene.&amp;nbsp;&lt;/p&gt;</idAbs></dataIdInfo>
    <Binary>
        <Thumbnail>
            <Data EsriPropertyType="PictureX">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</Data>
        </Thumbnail>
    </Binary>
    <mdFileID>9dd861da801d4c06b0df75643ebc3e4e</mdFileID>
    <distInfo>
        <distTranOps>
            <onLineSrc>
                <linkage>https://services7.arcgis.com/2L9nlPlkmAzDWOHn/arcgis/rest/services/Campus_Trees/FeatureServer</linkage>
            </onLineSrc>
        </distTranOps>
        <distFormat>
            <formatName>Feature Service</formatName>
        </distFormat>
    </distInfo>
    <refSysInfo>
        <RefSystem>
            <refSysID>
                <identCode code="102100"/>
                <idCodeSpace>EPSG</idCodeSpace>
            </refSysID>
        </RefSystem>
    </refSysInfo>
</metadata>